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Learn about the 1st and 2nd laws of thermodynamics, isobaric, isovolumetric, isothermal, and adiabatic processes, efficiency, refrigeration, entropy, and more. Discover how heat and work relate to internal energy and the concepts of energy conservation, ideal efficiency, and entropy in thermodynamic systems.
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Chapter Fifteen Thermodynamics
1st Law of Thermodynamics The Change in a system’s internal energy is related to heat and work Internal Energy:
1st Law of Thermodynamics The Change in a system’s internal energy is related to heat and work Conservation of energy +Q -Q +W -W System GAINS heat System LOSES heat System DOES work –Loses energy Surrounding DOES work on the system
Quasi-static Thermal Processes -Isobaric -Isovolumetric -Isothermal -Adiabatic Meaning that the processes take place slow enough that system has UNIFORM temperatures and pressures
Isobaric Processes occurring at a CONSTANT PRESSURE -Expansion Vs. -Compression System does work Vs. Surrounding does work +Work Vs. -Work
Isobaric Processes occurring at a CONSTANT PRESSURE
Isovolumetric Processes that occur at a constant VOLUME.
Isothermal Processes occurring at a constant TEMPERATURE • Internal energy remains constant
Isothermal Processes occurring at a constant TEMPERATURE Heat transfers energy Work transfers energy
Adiabatic Processes occurring with NO TRANSFER of heat
Adiabatic Processes occurring with NO TRANSFER of heat
Example Problem The largest glass-blown bottle is 2 m tall. The pressure used to expand the bottle is 5.1 kPa. If 3600 J of work is done in expanding the bottle, from an initial volume of 0.0 m3, what is the final volume? V=0.71 m3
2nd Law of Thermodynamics: Heat only spontaneously flows from a substance of higher temperature to a substance of lower temperature
Any device that uses heat to perform work Heat Engines: Heat supplied from the relatively hot reservoir Part of the heat is used to do work Remainderis relatively cold. Goes into the cold reservoir
Efficiency: In a heat engine, some energy is lost
Carnot’s IDEAL Efficiency: Substance of machine is ignored This allows for a prediction of ideal efficiency TEMPERATURE IN KELVIN!!! TEMPERATURE IN KELVIN
Example problem If a gasoline engine has an efficiency of 30 % and loses 920 J of heat to the environment, how much work is done by the engine? W=394 J
2nd Law of Thermodynamics: Heat only spontaneously flows from a substance of higher temperature to a substance of lower temperature -No heat engine can ever be 100% efficient. So heat energy is lost to the environment
Refrigeration: Evaporation Coils Refrigerant boils at 20° F In the Evaporation Coils: -Refrigerant absorbs heat and vaporizes No work is done.
Refrigeration: Compressor In the Compressor: -Gas is compressed -Work is done -Pressure and internal internal energy are increased
Refrigeration: Condenser Coil In the Condenser Coil: -Heat transfers out of refrigerant -Refrigerant cools and condenses -No Work
Refrigeration: Expansion Valve In the Expansion Valve: -Liquid expands -Work is done -Internal energy is decreased -No heat is transferred
Refrigeration: Cyclic Process: Energy is transferred (through heat and work) but there is no NET change in internal energy
Entropy: • Measure of a system’s disorder • Systems left alone move toward a more disordered state • Disordered states tend to remain disordered • Greater disorder leads to less energy available for work. Entropy can be decreased by doing work
2nd Law of Thermodynamics: Heat only spontaneously flows from a substance of higher temperature to a substance of lower temperature -No heat engine can ever be 100% efficient. So heat energy is lost to the environment The entropy of the universe increases in all processes -A system’s entropy can decrease only if offset by an increase elsewhere